Malta’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Malta
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Malta
![](data:image/png;base64,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)
GDP per Capita in Malta
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Malta
![](data:image/png;base64,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)
Malta in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Europe
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)